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Higher Study | Physics | Oscillations

The motion of the bob of a simple pendulum is an example of-
In stationary waves, the distance between two nodes is
If the equation of motion of a particle moving along the y-axis is y = P + Q sin ωt, the particle must be executing simple harmonic motion with amplitude
If the time period of a SHM is doubled, then the amplitude of the SHM will becomes-
Two particles are executing SHM and have the same time period. If at the same time one particle is at one extreme point and other is at another extreme point, find the phase difference between them.
The graph between the restoring force and time for a simple harmonic motion will be a 
Shock absorbers are used in vehicles to
Oscillations are damped due to the presence of
The two simple pendulum A and B are similar and have different time period but equal amplitude. If the time period of pendulum A is more than pendulum B, then:
Work done by a simple pendulum in one complete oscillation is:
The circular motion of a particle with constant speed is :
A particle is executing simple harmonic motion with angular frequency ω then angular frequency of its kinetic energy will be:
Length of a simple pendulum is I and its maximum angular displacement is θ then its maximum K.E. is :
In linear simple harmonic motion of a particle at mean position:
There is a pendulum in a lift and the lift is coming downwards freely then the time period is :
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